| 전자부품 데이터시트 검색엔진 |
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MIC2571 데이터시트(PDF) 8 Page - MIC GROUP RECTIFIERS |
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MIC2571 데이터시트(HTML) 8 Page - MIC GROUP RECTIFIERS |
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8 / 12 page ![]() MIC2571 Micrel MIC2571 8 1997 When the output switch turns off, the voltage across the inductor changes sign and flies high in an attempt to maintain a constant current. The inductor voltage will eventually be clamped to a diode drop above V OUT. Therefore, when the output switch is off, the voltage across the inductor is: V = V + V – V 2 OUT DIODE IN For normal operation the inductor current is a triangular waveform which returns to zero current (discontinuous mode) at each cycle. At the threshold between continuous and discontinuous operation we can use the fact that I 1 = I2 to get: V t = V t 11 2 2 ×× V V = t t 1 2 2 1 This relationship is useful for finding the desired oscillator duty cycle based on input and output voltages. Since input voltages typically vary widely over the life of the battery, care must be taken to consider the worst case voltage for each parameter. For example, the worst case for t 1 is when VIN is at its minimum value and the worst case for t 2 is when VIN is at its maximum value (assuming that V OUT, VDIODE and VSAT do not change much). To select an inductor for a particular application, the worst case input and output conditions must be determined. Based on the worst case output current we can estimate efficiency and therefore the required input current. Remember that this is power conversion, so the worst case average input current will occur at maximum output current and minimum input voltage. Average I = V I V Efficiency IN(max) OUT OUT(max) IN(min) × × Referring to Figure 1, it can be seen the peak input current will be twice the average input current. Rearranging the inductor equation to solve for L: L = V I t 1 × L = V 2 Average I t IN(min) IN(max) 1 × × where t = duty cycle f 1 OSC To illustrate the use of these equations a design example will be given: Assume: MIC2571-1 (fixed oscillator) V OUT = 5V I OUT(max) =5mA V IN(min) = 1.0V efficiency = 75%. Average I = 5V 5mA 1.0V 0.75 = 33.3mA IN(max) × × L = 1.0V 0.7 2 33.3mA 20kHz × ×× L = 525 µH Use the next lowest standard value of inductor and verify that it does not saturate at a current below about 75mA (< 2 × 33.3mA). |
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